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̇ ̇ Condenser An energy balance for the condenser follows: ̇̇̇ (5.39) (5.40) (5.41) (5.42) Pump: An energy balance for pump and an isentropic efficiency can be expressed as follows: ̇̇̇ ̇ ̇ 5.5.1.3 Absorption Chiller The principle of mass conservation and the first and second laws of thermodynamics are applied to each component of the single-effect absorption chiller. In our analysis, each component is considered as a control volume with inlet and outlet streams, and heat and work interactions are considered. Mass balances are applied for the total mass and each material of the working fluid solution. The governing and conservation equations for total mass and each material of the solution for a steady state and steady flow case follow [96]: mi mo (mx)i (mx)0 (5.44) Here,m istheworkingfluidmassflowrateandxismassconcentrationofLi-Brinthesolution. For each component of the absorption system, a general energy balance is written as (5.45) (5.46) o QW moh mih The cooling load of the absorption chiller is defined as Qcooling m(h22 h21) i Further information about the thermodynamic modeling and energy balances for each component is given in [97]. (5.43) 72PDF Image | Energy Systems for Multigeneration Purposes
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